Maths problem to solve while sitting around the campfire?

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No need to apologise fact of the matter is I am not alone :) :beer: degree of difficulty isn't part of the equation :lol:
 
Was really hoping someone else would have a go but Id like to keep this thread going so heres an easy one .
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Your picture doesn't show the distance of the centre of gravity positions of the weights and objects from the central fulcrum, so I think it is impossible to know.
Only by calculating using the moments of inertia (requiring distances from the fulcrum), would that be possible.
If they were on a set of balancing scales though, I'd say 54kg?
 
BigWave said:
Your picture doesn't show the distance of the centre of gravity positions of the weights and objects from the central fulcrum, so I think it is impossible to know.
Only by calculating using the moments of inertia (requiring distances from the fulcrum), would that be possible.
If they were on a set of balancing scales though, I'd say 54kg?

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